Simple US Tools

Loan Amortization Calculator

Estimate a fixed-rate loan payment, total interest, total paid, and a compact principal-and-interest amortization schedule.

Fixed-rate loan details

Enter the original loan amount and term to estimate a level principal-and-interest payment.

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Extra payments are assumed to go directly to principal.

Estimated amortization

Estimated scheduled payment

$495.03

Monthly principal and interest before the optional extra

Estimated total interest

$4,702

Estimated total paid

$29,702

Estimated payoff duration

60 months

Based on the entered term

Principal and interest breakdown

Principal
$25,000
Interest
$4,702

Payment used for the schedule: $495.03 per month.

Monthly payoff preview

First 12 estimated monthly payments and the final payment. Swipe the table sideways on a narrow screen.

Estimated monthly amortization schedule
MonthInterestPrincipalBalance left
1$145.83$349.20$24,650.80
2$143.80$351.23$24,299.57
3$141.75$353.28$23,946.29
4$139.69$355.34$23,590.94
5$137.61$357.42$23,233.53
6$135.53$359.50$22,874.03
7$133.43$361.60$22,512.43
8$131.32$363.71$22,148.72
9$129.20$365.83$21,782.89
10$127.07$367.96$21,414.93
11$124.92$370.11$21,044.82
12$122.76$372.27$20,672.55
Final (60)$2.87$492.16$0.00

This estimate assumes a fixed rate, monthly payments, no fees, and principal-only treatment of extra money. Actual lender calculations and payment processing may differ.

What this tool helps you do

What it does

Estimate a fixed-rate loan payment, total interest, total paid, and a compact principal-and-interest amortization schedule.

Who it is for

People who want a quick planning estimate before making a money decision or comparing options.

Inputs it uses

Use the fields in the tool above, such as the amounts, dates, rates, state choices, or notes requested on this page.

How to read the result

Review the result with the assumptions, example, and limitations shown below before using it for planning.

Important limitation: Results are estimates for informational purposes only and are not financial advice. Actual lender calculations and payment processing may differ. Review your loan agreement or contact your lender before making decisions.

How the loan amortization calculator works

For a fixed-rate installment loan, the scheduled payment uses the formula payment = principal x monthly rate / (1 - (1 + monthly rate) raised to -months). At a 0% rate, principal is divided evenly by the number of months. The term can be entered in years or months.

The schedule then calculates each month's interest from the remaining balance. The rest of the payment reduces principal. An optional extra amount is added to the scheduled payment and assumed to go directly to principal. Results include payment, interest, total paid, and payoff duration. Only the first 12 rows and final row are displayed to keep the page usable. Fees, daily interest, changing rates, and lender-specific rounding are not included.

Worked example

A $25,000 fixed-rate loan at 7% for five years has an estimated scheduled payment of about $495 per month. Without extra payments, the schedule runs for about 60 months. Adding $50 per month increases principal reduction and may shorten the payoff period. The table shows how the interest portion generally falls as the balance falls.

Who should use an amortization calculator

This tool is for someone reviewing a fixed-rate installment loan with equal monthly principal-and-interest payments. It can provide an initial estimate for a personal loan, auto loan, or another standard installment balance. It is not designed for revolving credit, variable rates, interest-only periods, or balloon payments.

Use the amount being financed, annual interest rate, and full term. If you are reviewing an existing loan from today forward, a payoff calculator may be more suitable because it starts with the current balance and current payment rather than reconstructing the original scheduled payment.

Understand principal and interest

Principal is the amount borrowed. Interest is the cost estimated from the unpaid principal and rate. With a level-payment loan, the payment can remain the same while its parts change. Early payments generally contain more interest because the balance is larger.

As principal falls, the estimated monthly interest falls too. More of the same payment can then reduce principal. The breakdown section shows total principal and estimated interest, while the compact table shows this shift for the first 12 payments and the final payment.

How to read total paid

Estimated total paid equals principal plus modeled interest. It does not include origination fees, late charges, insurance, taxes, or other costs outside the amortized balance. A financed fee may already be included if it is part of the loan amount you enter.

The scheduled payment card excludes the optional extra amount so you can see the calculated contractual-style payment. The schedule uses that payment plus the extra amount. Its payoff duration and total interest therefore change when the extra field changes.

Extra payments and principal

An extra payment can shorten the schedule only when it reduces principal. Confirm how the lender applies additional money. Some systems may advance a due date instead, and some contracts may include a prepayment charge or minimum finance amount.

The calculator assumes the same extra payment every month from the beginning of the schedule. If the amount starts later, changes, or is skipped, the actual payoff will differ. For an existing loan, update the balance and use a payoff comparison based on current information.

Why lender figures may differ

A lender may calculate interest daily, use exact payment dates, round each transaction, or include fees. This page uses a monthly mathematical model. Even small timing and rounding differences can change the final payment or shift the payoff by a short period.

Review the loan disclosure for the annual percentage rate, interest method, and included charges. The note rate used here may not capture every cost represented by an APR. Request an official schedule or payoff quote when exact account figures are required.

Common amortization mistakes

Do not mix years and months, use a percentage as a decimal, or add taxes and insurance to the principal-and-interest payment. Avoid assuming that every fixed monthly bill is a fully amortizing loan. Promotional plans and balloon loans can follow very different rules.

Also remember that a lower payment created by a longer term can increase total interest. Compare payment size, total paid, and duration together rather than relying on one result.

Important limitations

This estimate assumes a fixed rate, monthly payments, and no missed payments or new charges. It does not recommend a loan or repayment strategy. Actual lender calculations and processing may differ, so review the agreement or contact the lender before making a financial decision.

Frequently asked questions

What is a loan amortization schedule?

It is a payment-by-payment estimate showing how each payment is divided between interest and principal and how the remaining balance declines.

How is the estimated monthly payment calculated?

The calculator uses the standard fixed-rate installment formula based on principal, monthly interest rate, and number of monthly payments.

Why is more of an early payment interest?

Interest is calculated on the unpaid balance. The balance is usually highest near the start, so the interest portion is also larger.

How does an extra monthly payment change amortization?

When applied to principal, it can reduce the balance faster, shorten payoff duration, and lower later interest. Lender rules can affect the actual result.

Is this schedule an official lender statement?

No. It is an informational estimate and not financial advice. Fees, daily interest, payment dates, and lender rounding can produce different figures.

Results are estimates for informational purposes only and are not financial advice. Actual lender calculations and payment processing may differ. Review your loan agreement or contact your lender before making decisions.